{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "82967f77-d85f-4f8b-8f13-be90d8493f9f",
   "metadata": {},
   "source": [
    "# Angle of attack (AoA) vs Calibrated Airspeed (CAS) of a Global 5000 aircraft in wings-level flight\n",
    "\n",
    "The Bombardier Global Express is a large, long-range business jet produced by Bombardier Aerospace. Introduced in the late 1990s, it is known for its exceptional range, speed, and luxurious cabin, making it popular among corporate and VIP travelers. The Global Express can fly intercontinental distances without refueling, connecting cities such as New York and Tokyo or Paris and Singapore nonstop. Its advanced avionics, high cruise speed, and spacious, comfortable interior set a benchmark in the business aviation market. The aircraft has also served as the basis for several variants, including the Global 5000 and Global 6000.\n",
    "\n",
    "See this Wikipedia page https://en.wikipedia.org/wiki/Bombardier_Global_Express to learn more.\n",
    "\n",
    "<div align=\"center\">\n",
    "<table style=\"border: none;\">\n",
    "  <tr>\n",
    "    <td align=\"center\" style=\"border: none;\">\n",
    "      <img src=\"images/2010-07-08_BD700_Tyrolean_OE-IGS_EDDF_03.jpg\" alt=\"Bombardier Global Express\" style=\"width:40%;\">\n",
    "    </td>\n",
    "  </tr>\n",
    "  <tr>\n",
    "    <td align=\"center\" style=\"border: none;\"><em>Bombardier Global Express in flight (Photo: Wikipedia).</em></td>\n",
    "  </tr>\n",
    "  <tr>\n",
    "    <td align=\"center\" style=\"border: none;\">\n",
    "      <img src=\"images/Bombardier_Global_5000.jpg\" alt=\"Bombardier Global Express\" style=\"width:40%;\">\n",
    "    </td>\n",
    "  </tr>\n",
    "  <tr>\n",
    "    <td align=\"center\" style=\"border: none;\"><em>Bombardier Global 5000 (Photo: Wikipedia).</em></td>\n",
    "  </tr>\n",
    "</table>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b9c6d9b9",
   "metadata": {},
   "source": [
    "## Plotting trim angles of attack vs flight speed\n",
    "\n",
    "Consider the following generic flight conditions:\n",
    "\n",
    "<div align=\"center\">\n",
    "<table style=\"border: none;\">\n",
    "  <tr>\n",
    "    <td align=\"center\" style=\"border: none; background-color: white;\">\n",
    "      <img src=\"images/ac_aero_axes.svg\" alt=\"Aircraft aerodynamic axes\" style=\"width:100%;\">\n",
    "    </td>\n",
    "  </tr>\n",
    "  <tr>\n",
    "    <td align=\"center\" style=\"border: none;\"><em>Aerodynamic axes (From JSBSim reference manual).</em></td>\n",
    "  </tr>\n",
    "</table>\n",
    "</div>\n",
    "\n",
    "We are interested in finding particular cases of the above condition, where:\n",
    "- wings are not banked, i.e. roll angle $\\phi = 0$ deg,\n",
    "- the flight trajectory is a straight line,\n",
    "- the altitude is constant, i.e. the trajectory is a straight, horizontal line (FPA, Flight Path Angle $\\gamma_0=0$ deg),\n",
    "- the aircraft translates, i.e. the angular rates $(p,q,r)$ are constant and zero,\n",
    "- the True Air Speed $V$ (TAS) is constant, i.e. the motion is unaccelerated (that is, equilibrated),\n",
    "- the sideslip angle $\\beta$ is zero (that is, symmetrical aerodynamics).\n",
    "\n",
    "These are the *trimmed flight* conditions in level flight.\n",
    "\n",
    "An aircraft in trimmed flight with a non-zero flight path angle $\\gamma$ is shown below:\n",
    "\n",
    "<div align=\"center\">\n",
    "<table style=\"border: none;\">\n",
    "  <tr>\n",
    "    <td align=\"center\" style=\"border: none; background-color: white;\">\n",
    "      <img src=\"images/ac_sideview_climb_1.png\" alt=\"Aircraft aerodynamic axes\" style=\"width:50%;\">\n",
    "    </td>\n",
    "  </tr>\n",
    "  <tr>\n",
    "    <td align=\"center\" style=\"border: none;\"><em>Aircraft in straight, wings-level, climbing flight.</em></td>\n",
    "  </tr>\n",
    "</table>\n",
    "</div>\n",
    "\n",
    "\n",
    "An aircraft in wings-level, constant altitude (zero flight path angle $\\gamma$), trimmed flight is shown below:\n",
    "\n",
    "<div align=\"center\">\n",
    "<table style=\"border: none;\">\n",
    "  <tr>\n",
    "    <td align=\"center\" style=\"border: none; background-color: white;\">\n",
    "      <img src=\"images/ac_longitudinal_symmetric_mux.png\" alt=\"Aircraft aerodynamic axes\" style=\"width:50%;\">\n",
    "    </td>\n",
    "  </tr>\n",
    "  <tr>\n",
    "    <td align=\"center\" style=\"border: none;\"><em>Aircraft in straight, wings-level, constant altitude flight.</em></td>\n",
    "  </tr>\n",
    "</table>\n",
    "</div>\n",
    "\n",
    "For a given flight altitude $h_0$, for a given aircraft weight $W_0$, there are certainly a minimum speed $V_\\mathrm{min}$ and a maximum $V_\\mathrm{max}$ the aircraft can fly in the above trimmed conditions. Now, for all $V_0$ within a speed interval $[V_1, V_2] \\subset [V_\\mathrm{min}, V_\\mathrm{max}]$, we want to plot the required flight angle of attack $\\alpha_\\mathrm{B}$ (AoA) and the required (normalized) elevator deflection.\n",
    "\n",
    "See next image introducing aerosurface deflection angles and their standard symbols.\n",
    "\n",
    "<div align=\"center\">\n",
    "<table style=\"border: none;\">\n",
    "  <tr>\n",
    "    <td align=\"center\" style=\"border: none; background-color: white;\">\n",
    "      <img src=\"images/ac_aerosurface_deflections.png\" alt=\"Aircraft aerodynamic axes\" style=\"width:60%;\">\n",
    "    </td>\n",
    "  </tr>\n",
    "  <tr>\n",
    "    <td align=\"center\" style=\"border: none;\"><em>Aircraft standard aerosurface deflections.</em></td>\n",
    "  </tr>\n",
    "</table>\n",
    "</div>"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a8a3cb0e",
   "metadata": {},
   "source": [
    "### Setting up a simulation script"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "f351a0c2",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Confirm that JSBSim is installed. If not and running on Google Colab\n",
    "# then install JSBSim into the Google Colab instance.\n",
    "\n",
    "import os\n",
    "\n",
    "try:\n",
    "  import jsbsim\n",
    "  print('JSBSim is installed')\n",
    "  # Relative path to the directory where the flight model is stored\n",
    "  # Note - Aircraft directory needs to be writeable in order to modify the cg\n",
    "  PATH_TO_JSBSIM_FILES=\"../..\"\n",
    "  print(f'Current working directory: {os.getcwd()}')\n",
    "except ImportError:\n",
    "  import sys\n",
    "  if 'google.colab' in sys.modules:\n",
    "      print('Installing JSBSim...')\n",
    "      !pip install jsbsim\n",
    "      # Use the standard aircraft supplied by the JSBSim Python package\n",
    "      PATH_TO_JSBSIM_FILES=None"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "9e705b2c",
   "metadata": {},
   "outputs": [],
   "source": [
    "import jsbsim\n",
    "import xml.etree.ElementTree as ET\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "# Global variables that must be modified to match your particular need\n",
    "# The aircraft name\n",
    "# Note - It should match the exact spelling of the model file\n",
    "AIRCRAFT_NAME=\"global5000\"\n",
    "\n",
    "# Avoid flooding the console with log messages\n",
    "jsbsim.FGJSBBase().debug_lvl = 0"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "59244af9",
   "metadata": {},
   "source": [
    "### Run a simulation for a single altitude, single weight, single CoG position"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "588d5ae8",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "-----------------------------------------\n",
      "Altitude 15000 ft, Weight 67967.445 lb, CoG-x 790.82 in\n",
      "-----------------------------------------\n",
      "Running simulation in the CAS range 90 to 550 kts\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "%matplotlib inline\n",
    "# Fuel max for Global5000, lbm\n",
    "fuelmax = 8097.63\n",
    "\n",
    "# Instantiate the FDMExec object and load the aircraft\n",
    "fdm = jsbsim.FGFDMExec(PATH_TO_JSBSIM_FILES)\n",
    "fdm.load_model(AIRCRAFT_NAME)\n",
    "\n",
    "ac_xml_tree = ET.parse(os.path.join(fdm.get_root_dir(), f'aircraft/{AIRCRAFT_NAME}/{AIRCRAFT_NAME}.xml'))\n",
    "ac_xml_root = ac_xml_tree.getroot()\n",
    "\n",
    "# Get the empty weight from aircraft xml [assume lbs]\n",
    "for x in ac_xml_root.findall('mass_balance'):\n",
    "        w = x.find('emptywt').text\n",
    "\n",
    "empty_weight = float(w)\n",
    "\n",
    "# Get the original CG from aircraft xml, assum inches from Construction axes origin\n",
    "for loc in ac_xml_root.findall('mass_balance/location'):\n",
    "        x_cg_ = loc.find('x').text\n",
    "\n",
    "x_cg_0 = float(x_cg_)\n",
    "\n",
    "# Assume a payload, midweight, lb\n",
    "payload_0 = 15172/2\n",
    "\n",
    "# Assume the mass of fuel, half tanks, lb\n",
    "fuel_per_tank = fuelmax/2\n",
    "\n",
    "# Assume a flight altitude\n",
    "h_ft_0 = 15000\n",
    "\n",
    "weight_0 = empty_weight + payload_0 + fuel_per_tank*3\n",
    "\n",
    "# Assume a zero flight path angle, gamma_0\n",
    "gamma_0 = 0\n",
    "\n",
    "print(\"-----------------------------------------\")\n",
    "print(\"Altitude {} ft, Weight {} lb, CoG-x {} in\".format(h_ft_0, weight_0, x_cg_0))\n",
    "print(\"-----------------------------------------\")\n",
    "\n",
    "# Run the simulation varying speed\n",
    "speed_cas_1 = 90\n",
    "speed_cas_2 = 550\n",
    "\n",
    "print(\"Running simulation in the CAS range {} to {} kts\".format(speed_cas_1, speed_cas_2))\n",
    "\n",
    "# Set engines running\n",
    "fdm['propulsion/set-running'] = -1\n",
    "\n",
    "results = []\n",
    "results_fcs = []\n",
    "\n",
    "# Prepare two stacked subplots (AoA and elevator deflection)\n",
    "fig, (ax1, ax2, ax3) = plt.subplots(3, 1, figsize=(10, 6), sharex=True)\n",
    "\n",
    "# Run for different speeds\n",
    "for speed in range(speed_cas_1, speed_cas_2, 10):\n",
    "    fdm['ic/h-sl-ft'] = h_ft_0\n",
    "    fdm['ic/vc-kts'] = speed\n",
    "    fdm['ic/gamma-deg'] = gamma_0\n",
    "    fdm['propulsion/tank[0]/contents-lbs'] = fuel_per_tank\n",
    "    fdm['propulsion/tank[1]/contents-lbs'] = fuel_per_tank\n",
    "    fdm['propulsion/tank[2]/contents-lbs'] = fuel_per_tank\n",
    "    fdm['inertia/pointmass-weight-lbs[0]'] = payload_0\n",
    "\n",
    "    # Initialize the aircraft with initial conditions\n",
    "    fdm.run_ic()\n",
    "    # Run fdm model\n",
    "    fdm.run()\n",
    "\n",
    "    # Trim\n",
    "    try:\n",
    "        fdm['simulation/do_simple_trim'] = 1\n",
    "        results.append((fdm['velocities/vc-kts'], fdm['aero/alpha-deg']))\n",
    "        results_fcs.append((fdm['velocities/vc-kts'], fdm['fcs/elevator-pos-rad'], fdm['fcs/elevator-pos-norm']))\n",
    "    except jsbsim.TrimFailureError:\n",
    "        pass  # Ignore trim failure exceptions\n",
    "\n",
    "# Plot results\n",
    "speed, alpha = zip(*results)\n",
    "speed, dElev_rad, dElev_norm = zip(*results_fcs)\n",
    "dElev_deg = [d * 180 / 3.14159 for d in dElev_rad]\n",
    "\n",
    "# Plot AoA vs KCAS\n",
    "ax1.plot(speed, alpha,\n",
    "         label=\"Weight {0:.0f} lb, Altitude {1:.0f} kft, CoG-x {2:.2f} in\".format(weight_0, h_ft_0/1000, x_cg_0),\n",
    "         marker='o', linestyle='-', color='blue')\n",
    "\n",
    "ax1.set_title(\"Trimmed flight conditions (FPA = {0:.0f} deg)\".format(gamma_0))\n",
    "ax1.set_ylabel('Angle of Attack (deg)')\n",
    "ax1.set_ylim(-5, 15)\n",
    "ax1.legend(loc='upper right')\n",
    "\n",
    "# Plot elevator deflection vs KCAS\n",
    "ax2.plot(speed, dElev_deg,\n",
    "         label=\"Weight {0:.0f} lb, Altitude {1:.0f} kft, CoG-x {2:.2f} in\".format(weight_0, h_ft_0/1000, x_cg_0),\n",
    "         marker='o', linestyle='-', color='red')\n",
    "\n",
    "#ax2.set_title(\"Trimmed flight conditions (FPA = {0:.0f} deg) - Elevator Deflection vs KCAS\".format(gamma_0))\n",
    "ax2.set_ylabel(\"Elevator Deflection (deg)\")\n",
    "ax2.set_ylim(-15, 10)\n",
    "ax2.legend(loc=\"upper right\")\n",
    "\n",
    "# Plot normalized elevator deflection vs KCAS\n",
    "ax3.plot(speed, dElev_norm,\n",
    "         label=\"Weight {0:.0f} lb, Altitude {1:.0f} kft, CoG-x {2:.2f} in\".format(weight_0, h_ft_0/1000, x_cg_0),\n",
    "         marker='o', linestyle='-', color='green')\n",
    "\n",
    "#ax3.set_title(\"Trimmed flight conditions (FPA = {0:.0f} deg) - Normalized elevator deflection vs KCAS\".format(gamma_0))\n",
    "ax3.legend(frameon=False)\n",
    "ax3.set_ylabel(\"Normalized elevator\\n deflection (-)\")\n",
    "ax3.set_xlabel(\"KCAS (kt)\")\n",
    "\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "644fa80a",
   "metadata": {},
   "source": [
    "## Different aircraft weights, CoG positions and altitudes\n",
    "\n",
    "Plots the variation in AoA versus CAS for level trim for different\n",
    "aircraft weights, cg and altitude.\n",
    "\n",
    "Calculation required for aircraft icing engineering."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "d1768fd9-c359-4886-87d2-e46b289db07d",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "-----------------------------------------\n",
      "Restored CoG-x 790.82 in\n",
      "-----------------------------------------\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x1200 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Control whether to print results to console in addition to generating a plot\n",
    "print_output = False\n",
    "\n",
    "# Function to change CG in aircraft xml. Change the directory to the aircraft to be studied.\n",
    "# Note - Moments of inertia are not updated.\n",
    "# Input x_cg is a float. Returns a float.\n",
    "def changeCG(fdm, x_cg, readOnly):\n",
    "    tree = ET.parse(os.path.join(fdm.get_root_dir(), f'aircraft/{AIRCRAFT_NAME}/{AIRCRAFT_NAME}.xml'))\n",
    "    root = tree.getroot()\n",
    "\n",
    "    for loc in root.findall('mass_balance/location'):\n",
    "        x = loc.find('x').text\n",
    "        if not readOnly:\n",
    "             loc.find('x').text = str(x_cg) # replace with the new value\n",
    "             # Save the modified XML back to the file\n",
    "             tree.write(os.path.join(fdm.get_root_dir(), f'aircraft/{AIRCRAFT_NAME}/{AIRCRAFT_NAME}.xml'))\n",
    "             # return the same value\n",
    "             x = str(x_cg)\n",
    "    return float(x)\n",
    "\n",
    "# Fuel max for Global5000\n",
    "fuelmax = 8097.63\n",
    "\n",
    "# Assume a zero flight path angle, gamma_0\n",
    "gamma_0 = 0\n",
    "\n",
    "# Prepare subplots to overlay plots\n",
    "# Prepare two stacked subplots (AoA and elevator deflection)\n",
    "fig, (ax1, ax2, ax3) = plt.subplots(3, 1, figsize=(10, 12), sharex=True)\n",
    "\n",
    "# Define here the payloads to be studied\n",
    "payload = [1500, 15172/2, 15172]\n",
    "\n",
    "# Define here the mass of fuel (per tank)\n",
    "fuel = [1000, fuelmax/2, fuelmax]\n",
    "\n",
    "# Three cases for weight\n",
    "weight = [\"light\", \"mid\", \"heavy\"]\n",
    "\n",
    "fdm = jsbsim.FGFDMExec(PATH_TO_JSBSIM_FILES)\n",
    "fdm.load_model(f'{AIRCRAFT_NAME}')\n",
    "\n",
    "# Get the original CG from aircraft xml\n",
    "x_cg_Orig = changeCG(fdm, 0, True)\n",
    "\n",
    "# Vary CG in the study\n",
    "xs_cg = [x_cg_Orig*0.95, x_cg_Orig*1.05]\n",
    "\n",
    "# Vary altitude\n",
    "h_ft = [8000, 30000]\n",
    "\n",
    "# Run the simulation varying CG, altitude, speed and total weight\n",
    "fdm = []\n",
    "# Run for different CG's\n",
    "for j in range(2):\n",
    "    fdm = jsbsim.FGFDMExec(PATH_TO_JSBSIM_FILES)\n",
    "    fdm.load_model(f'{AIRCRAFT_NAME}')\n",
    "\n",
    "    # Set engines running\n",
    "    fdm['propulsion/set-running'] = -1\n",
    "\n",
    "    # Change CoG-x in the aircraft xml\n",
    "    xcg_ = changeCG(fdm, xs_cg[j], False)\n",
    "\n",
    "    # Run for different weights\n",
    "    for i in range(3):\n",
    "        results = []\n",
    "        results_fcs = []\n",
    "\n",
    "        # Run for different speeds\n",
    "        for speed in range(90, 550, 10):\n",
    "            fdm['ic/h-sl-ft'] = h_ft[j]\n",
    "            fdm['ic/vc-kts'] = speed\n",
    "            fdm['ic/gamma-deg'] = gamma_0\n",
    "            fdm['propulsion/tank[0]/contents-lbs'] = fuel[i]\n",
    "            fdm['propulsion/tank[1]/contents-lbs'] = fuel[i]\n",
    "            fdm['propulsion/tank[2]/contents-lbs'] = fuel[i]\n",
    "            fdm['inertia/pointmass-weight-lbs[0]'] = payload[i]\n",
    "\n",
    "            # Initialize the aircraft with initial conditions\n",
    "            fdm.run_ic()\n",
    "            # Run fdm model\n",
    "            fdm.run()\n",
    "\n",
    "            # Trim\n",
    "            try:\n",
    "                fdm['simulation/do_simple_trim'] = 1\n",
    "                results.append((fdm['velocities/vc-kts'], fdm['aero/alpha-deg']))\n",
    "                results_fcs.append((fdm['velocities/vc-kts'], fdm['fcs/elevator-pos-rad'], fdm['fcs/elevator-pos-norm']))\n",
    "            except jsbsim.TrimFailureError:\n",
    "                pass  # Ignore trim failure exceptions\n",
    "\n",
    "        if print_output:\n",
    "            print(\"-----------------------------------------\")\n",
    "            print(\"Altitude {} - Weight {} - CG {}\".format(h_ft[j], weight[i], xs_cg[j]))\n",
    "            print(\"-----------------------------------------\")\n",
    "            print(\"KCAS, AoA (deg)\")\n",
    "            for result in results:\n",
    "                print(result[0], result[1])\n",
    "\n",
    "            print(\"---------\")\n",
    "            print(\"KCAS, Elevator deflection (rad), Normalized elevator deflection (-1 to 1)\")\n",
    "            for result_fcs in results_fcs:\n",
    "                print(result_fcs[0], result_fcs[1], result_fcs[2])\n",
    "\n",
    "        speed, alpha = zip(*results)\n",
    "        ax1.plot(speed, alpha,\n",
    "                 label=\"{0} weight, {1:.0f} kft, {2:.2f} % CoG\".format(weight[i], h_ft[j]/1000, (float(xs_cg[j])/float(x_cg_Orig)-1)*100),\n",
    "                 marker='o', linestyle='-')\n",
    "\n",
    "        speed, dElev_rad, dElev_norm = zip(*results_fcs)\n",
    "        # Convert elevator deflection from radians to degrees\n",
    "        dElev_deg = [d * 180 / 3.14159 for d in dElev_rad]\n",
    "\n",
    "        ax2.plot(speed, dElev_deg,\n",
    "                 label=\"{0} weight {1:.0f} kft {2:.2f} % cg\".format(weight[i], h_ft[j]/1000, (float(xs_cg[j])/float(x_cg_Orig)-1)*100),\n",
    "                 marker='o', linestyle='-')\n",
    "\n",
    "        ax3.plot(speed, dElev_norm,\n",
    "                 label=\"{0} weight {1:.0f} kft {2:.2f} % cg\".format(weight[i], h_ft[j]/1000, (float(xs_cg[j])/float(x_cg_Orig)-1)*100),\n",
    "                marker='o', linestyle='-')\n",
    "\n",
    "# Restore original CG for the aircraft xml\n",
    "x_cg__ = changeCG(fdm,\" {:.2f} \".format(x_cg_Orig), False)\n",
    "\n",
    "print(\"-----------------------------------------\")\n",
    "print(\"Restored CoG-x {} in\".format(x_cg__))\n",
    "print(\"-----------------------------------------\")\n",
    "\n",
    "# Plot final results\n",
    "\n",
    "ax1.set_title(\"Trimmed flight conditions (FPA = {0:.0f} deg)\".format(gamma_0))\n",
    "ax1.set_ylabel(\"Angle of Attack (deg)\")\n",
    "ax1.legend(frameon=False)\n",
    "ax1.legend(loc='upper right')\n",
    "ax1.set_ylim(0, 15)\n",
    "\n",
    "ax2.set_ylabel('Elevator Deflection (deg)')\n",
    "ax2.legend(frameon=False)\n",
    "ax2.legend(loc='lower right')\n",
    "ax2.set_ylim(-19, 0)\n",
    "\n",
    "ax3.set_ylabel(\"Normalized elevator deflection (-)\")\n",
    "ax3.set_xlabel(\"KCAS (kt)\")\n",
    "ax3.legend(frameon=False)\n",
    "ax3.legend(loc='lower right')\n",
    "ax3.set_ylim(-1, 0)\n",
    "\n",
    "plt.show()"
   ]
  }
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